Journal of Differential Equations
The principle of linearized stability in age-structured diffusive populations
Publication date: 25 December 2022Source: Journal of Differential Equations, Volume 341Author(s): Christoph Walker, Josef Zehetbauer
Publication date: 25 December 2022Source: Journal of Differential Equations, Volume 341Author(s): Christoph Walker, Josef Zehetbauer
Publication date: 25 December 2022Source: Journal of Differential Equations, Volume 341Author(s): Motofumi Aoki, Tsukasa Iwabuchi
Publication date: 25 December 2022Source: Journal of Differential Equations, Volume 341Author(s): Francesca Anceschi, Annalaura Rebucci
Publication date: 25 December 2022Source: Journal of Differential Equations, Volume 341Author(s): Hua Chen, Hong-Ge Chen, Xin-Rui Yuan
Publication date: 15 December 2022Source: Journal of Differential Equations, Volume 340Author(s): Agnieszka Bartłomiejczyk, Henryk Leszczyński, Milena Matusik
Publication date: 25 December 2022Source: Journal of Differential Equations, Volume 341Author(s): Enhui Shi, Hui Xu, Xiangdong Ye
Publication date: 25 December 2022Source: Journal of Differential Equations, Volume 341Author(s): Craig Cowan, Abbas Moameni
Publication date: 25 December 2022Source: Journal of Differential Equations, Volume 341Author(s): Luís Salvino, Jean Silva
Publication date: 25 December 2022Source: Journal of Differential Equations, Volume 341Author(s): Ryan McConnell
Publication date: 25 December 2022Source: Journal of Differential Equations, Volume 341Author(s): Dmitry E. Pelinovsky, Szymon Sobieszek